This paper deals with the problem of identifying different partitions of a given set of units obtained according to different subsets of the observed variables (multiple cluster structures). Procedures have been recently developed for detecting multiple cluster structures in a data matrix. In a previous paper we proposed a strategy which rely on model-based clustering methods and on a comparison between mixture models using model selection criteria. A generalization of this method which allows the analysis of data matrices with nested data structures is considered. The usefulness of the new method is shown using simulated and real examples.
G. Galimberti, G. Soffritti (2007). Multiple cluster structures and mixture models: recent developments for multilevel data. MACERATA : Edizioni Università di Macerata.
Multiple cluster structures and mixture models: recent developments for multilevel data
GALIMBERTI, GIULIANO;SOFFRITTI, GABRIELE
2007
Abstract
This paper deals with the problem of identifying different partitions of a given set of units obtained according to different subsets of the observed variables (multiple cluster structures). Procedures have been recently developed for detecting multiple cluster structures in a data matrix. In a previous paper we proposed a strategy which rely on model-based clustering methods and on a comparison between mixture models using model selection criteria. A generalization of this method which allows the analysis of data matrices with nested data structures is considered. The usefulness of the new method is shown using simulated and real examples.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.